room 1.40, Pasteura 5 at 11:15

Sebastian Szybka (UJ)
Green and Wald have presented a mathematically rigorous framework to study, within general relativity, the effect of small scale inhomogeneities on the global structure of space-time. The framework relies on the existence of a one-parameter family of metrics that approaches the effective background metric in a certain way. Although it is not necessary to know this family in an exact form to predict properties of the backreaction effect, it would be instructive to find explicit examples. I will present families of exact solutions that may be used to study the nature of the Green-Wald framework.
room 1.40, Pasteura 5 at 11:15

Piotr Sułkowski (IFT UW)
room 1.40, Pasteura 5 at 11:15

Marek Demiański (IFT UW)
room 1.40, Pasteura 5 at 11:15

Piotr Chruściel (University of Vienna)
room 1.40, Pasteura 5 at 11:15

Andrea Dapor (FUW)
I will describe a general mechanism for emergence of a rainbow metric from quantum gravity. This idea is based on QFT on a quantum spacetime. I will show that, under general assumptions, the fundamental quantum spacetime on which the field propagates can be described by a classical metric. It turns out that this effective metric depends explicitly on the mode of the field: as shown by an analysis of dispersion relations, quanta of different energy propagate on different metrics, similar to photons of different colors in a refractive material (hence the name ''rainbow''). In deriving this result I do not consider any specific theory of quantum gravity: the qualitative behavior of high-energy particles on quantum spacetime relies only on the assumption that the quantum spacetime is described by a wave-function in a Hilbert space.
room 1.40, Pasteura 5 at 11:15

Tomasz Bulik (OA UW)
room 1.40, Pasteura 5 at 11:15

Mariusz Dąbrowski (Uniwersytet Szczeciński)
room 1.40, Pasteura 5 at 11:15

Michał Artymowski room 1.40, Pasteura 5 at 11:15

Paweł Nurowski room 1.40, Pasteura 5 at 11:15

Jan Gutt